Which of the following is correct for ammeter?
It has low internal resistance in series.
An ammeter is a fundamental electrical instrument designed specifically to measure the electric current flowing through a particular point within an electrical circuit. Its primary purpose is to provide an accurate reading of the current without causing significant alterations to the circuit's overall behavior.
For an ammeter to function correctly and measure current accurately, it must be connected in series with the component or part of the circuit through which the current is being measured. This series connection ensures that the entire current intended for measurement passes directly through the ammeter.
Furthermore, to minimize any impact on the circuit's operation, an ammeter must possess very low internal resistance. According to Ohm's Law, the voltage drop across a component is given by $V = I \times R$. In the case of an ammeter, the voltage drop across it is $V_{ammeter} = I_{circuit} \times R_{internal}$. If the ammeter had a high internal resistance, this voltage drop would become significant, effectively altering the total resistance of the circuit path. This alteration would lead to a reduction in the actual current flowing, resulting in an inaccurate measurement. Therefore, a low internal resistance ($R_{internal}$) is essential to ensure that $V_{ammeter}$ is negligible, allowing the measured current to closely approximate the true circuit current.
Let's evaluate each of the provided options based on the established principles of ammeter operation:
Option 1: It has low internal resistance in series.
This statement accurately reflects the correct configuration and characteristic of an ammeter. It must be placed in series to intercept the current flow, and its low internal resistance ensures minimal disruption to the circuit, leading to accurate current measurements.
Option 2: It has low resistance in parallel.
While low resistance is a key feature, the connection method described here is incorrect for an ammeter. A parallel connection is characteristic of a voltmeter, used for measuring voltage. Connecting an ammeter in parallel would divert current away from the intended path, yielding inaccurate results.
Option 3: It has high internal resistance in series.
Although the connection type (series) is correct, the characteristic of having high internal resistance is fundamentally wrong for an ammeter. High resistance in series would impede the current flow, causing a significant voltage drop and inaccurate readings.
Option 4: It has high resistance in parallel.
This option describes characteristics opposite to those required for an ammeter. Both the high resistance and the parallel connection are incorrect. This setup is typically associated with a voltmeter.
In conclusion, the correct description for an ammeter is that it possesses low internal resistance and is always connected in series within the circuit to measure current accurately.
If an ammeter is to be used in place of a voltmeter, then we must connect with the ammeter :
An ammeter has a range of 0 - 10 A with an internal resistance of 0.1 Ω. In order to increase its range to 0 - 30 A, we need to add a resistance of
A moving coil meter has a resistance of 100 Ω and at 5 V it gives full scale deflection. Find the value of external resistance to be connected in series for measuring 300 V.
An instrument with an internal resistance of 100 Ω and a full-scale current of 1 mA is to be converted into a DC voltmeter with range of 0 V - 500 V. Find the value of the resistance used as a multiplier.
Considering extending the range of measuring instruments, the ratio \(\rm \frac{resistance \ of \ ammeter \ shunt }{resistance \ of \ voltmeter \ multiplier}=?\)